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- W2281375590 abstract "For a given set of integers $mathcal{S}$, let $mathcal{R}_n^*(mathcal{S})$ denote the set of reducible polynomials $f(X)=a_nX^n+a_{n-1}X^{n-1}+cdots+a_1X+a_0$ over $mathbb{Z}[X]$ with $a_iinmathcal{S}$ and $a_0a_nne 0$. In this note, we shall give an explicit bound of $|mathcal{R}_n^*(mathcal{S})|$. We also present an application of this bound to reducible bivariate polynomials over $mathbb{Z}[X,Y]$." @default.
- W2281375590 created "2016-06-24" @default.
- W2281375590 creator A5057947204 @default.
- W2281375590 date "2016-02-24" @default.
- W2281375590 modified "2023-09-27" @default.
- W2281375590 title "Distribution of reducible polynomials with a given coefficient set" @default.
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